Prisms
Pyramids
Cylinders & Cones
cross sections
Word Problems
100
Find the volume.
48 cm^3
100
Identify the shape below.
pentagonal pyramid
100
What shape would the cross section make if it was cut parallel to the base?
Square/rectangle
100
The tent below has a height of 5ft is 8ft in depth. If the volume is 120, How long is the base of the tent?
6 ft
200
Find the volume. Do not round.
1102.5 cm^3
200
Find the volume.
360ft^3
200
What is the volume of the cone? Round to the hundredths place.
12.57 ft^3
200
What shape does the cross section make if it was cut vertically?
Rectangle
200
A rectangular cake that stands 5 inches tall, 10 inches wide, and 14 inches long and is cut into 40 pieces. How big is each piece in cubic inches? Do not round
17.5 cubic inches
300
What is the surface area?
180cm2
300
867cm2
300
What is the surface area?
923.6in2
300
What cross section would you have if you cut perpendicular to the base going through the top of the pyramid?
Triangle
300
!!DAILY DOUBLE!!
You are painting a 12'x14' room with 10' high ceilings. Each paint bucket can cover 104 square feet of wall. How many buckets do you need to paint the walls of the room?
5 buckets
400
1190in2
400
Find the volume. Hint: the height of the pyramid is 11.93 ft. Do not round.
509.411 ft^3
400
What is the surface area?
3694.5cm2
400
What cross section would you have if you cut perpendicular to the base not going through the top of the pyramid? (The cut would be parallel to the base of a triangular face)
Trapezoid
400
A circular pool that is 8 feet deep and 20 feet wide is filled 3/4ths of the way up. How much water is in the pool? Round to the nearest cubic foot.
1885 cubic feet of water